Question: The bisection method Fig. l shows the graphical representation of a continuous function y = f(x). It can be seen that the roots of the

The bisection method Fig. l shows the graphical representation of a continuous function y = f(x). It can be seen that the roots of the equation f(x)0 are the values of x at which the

The bisection method Fig. l shows the graphical representation of a continuous function y = f(x). It can be seen that the roots of the equation f(x)0 are the values of x at which the curve intersects the x-axis ri Figure 1 The bisection method is based on the observation that if f(a) and f(b) have opposite signs then there must be at least one root in the interval a

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